\section{Symbol Lists}

\newcommand{\qqq}{\qquad&}

See its source to know how to type it.If a symbol is with a
superscript ``A'' on its left side,then it's only provided by
\emph{amsmath}.

\begin{displaymath}
\begin{aligned}
& 0 \qqq 1 \qqq 2 \qqq 3 \qqq 4 \qqq 5 \qqq 6 \qqq 7 \qqq 8\\
& 1 \qqq \bar{a} \qqq \acute{a} \qqq \check{a} \qqq \grave{a} \qqq
\dot{a} \qqq \ddot{a} \qqq \hat{a} \qqq \widehat{A}\\
& 2 \qqq \vec{a} \qqq \breve{a} \qqq \tilde{a} \qqq \widetilde{A}
\qqq \\
& 3 \qqq \alpha \qqq \beta \qqq \gamma \qqq \delta \qqq
\epsilon \qqq \varepsilon \qqq \zeta \qqq \eta\\
& 4 \qqq \theta \qqq \vartheta \qqq \iota \qqq \kappa \qqq
\lambda \qqq \mu \qqq \nu \qqq \xi \\
& 5 \qqq o \qqq \pi \qqq \varpi \qqq \rho \qqq \varrho \qqq \sigma
\qqq \varsigma \qqq \tau\\
& 6 \qqq \upsilon \qqq \phi \qqq \varphi \qqq \chi \qqq \psi \qqq
\omega \\
& 7 \qqq \Gamma \qqq \Delta \qqq \Theta \qqq \Lambda \qqq \Xi \qqq
\Pi \qqq \Sigma \qqq \Upsilon \\
& 8 \qqq \Phi \qqq \Psi \\
\end{aligned}
\end{displaymath}

\begin{displaymath}
\begin{aligned}
& 0 \qqq 1 \qqq 2 \qqq 3 \qqq 4 \qqq 5 \qqq 6 \qqq 7 \qqq 8\\
& 1 \qqq ( \qqq ) \qqq \lbrack \qqq \rbrack \qqq \lbrace \qqq
\rbrace \qqq \langle \qqq \rangle\\
& 2 \qqq \lfloor \qqq \rfloor \qqq \lceil \qqq \rceil \qqq \vert
\qqq | \qqq \Vert \qqq \|\\
& 3 \qqq \lgroup \qqq \rgroup \qqq \lmoustache \qqq \rmoustache \qqq
\arrowvert \qqq \Arrowvert \qqq \bracevert \\
\end{aligned}
\end{displaymath}

\begin{displaymath}
\begin{aligned}
& 0 \qqq 1 \qqq 2 \qqq 3 \qqq 4 \qqq 5 \qqq 6 \qqq 7 \qqq 8\\
& 1 \qqq < \qqq \le \qqq > \qqq \ge \qqq = \qqq \equiv \qqq \ll
\qqq \gg\\
& 2 \qqq \prec \qqq \preceq \qqq \succ \qqq \succeq \qqq \sim \qqq
\simeq \qqq \approx \qqq \cong\\
& 3 \qqq \subset \qqq \subseteq \qqq \supset \qqq \supseteq \qqq
{}^A\sqsubset \qqq \sqsubseteq \qqq {}^A\sqsupset \qqq \sqsupseteq\\
& 4 \qqq \doteq \qqq \propto \qqq {}^A\Join \qqq \bowtie \qqq \vdash
\qqq \dashv \qqq \perp \qqq \models\\
& 5 \qqq \mid \qqq \parallel \qqq \smile \qqq \frown \qqq \asymp
\qqq : \qqq \notin \qqq \neq\\
& 6 \qqq + \qqq - \qqq \pm \qqq \mp \qqq \cdot \qqq \times \qqq /
\qqq \div \qqq \\
& 7 \qqq \oplus \qqq \ominus \qqq \odot \qqq \otimes \qqq \oslash
\qqq \setminus \qqq \lor \qqq \land\\
& 8 \qqq \cup \qqq \cap \qqq \sqcup \qqq \sqcap \qqq \bigtriangleup
\qqq \bigtriangledown \qqq \triangleleft \qqq \triangleright \\
\end{aligned}
\end{displaymath}

\begin{displaymath}
\begin{aligned}
& 0 \qqq 1 \qqq 2 \qqq 3 \qqq 4 \qqq 5 \qqq 6 \qqq 7 \qqq 8\\
& 1 \qqq {}^A\lhd \qqq {}^A\rhd \qqq {}^A\unlhd \qqq {}^A\unrhd \qqq
\star \qqq \ast \qqq \circ \qqq \bigcirc\\
& 2 \qqq \bullet \qqq \diamond \qqq \uplus \qqq \amalg \qqq \dagger
\qqq \ddagger \qqq \wr \qqq {}\\
& 3 \qqq \sum \qqq \prod \qqq \coprod \qqq \bigsqcup \qqq \bigcup
\qqq \bigcap \qqq \int \qqq \oint\\
& 4 \qqq \bigvee \qqq \bigwedge \qqq \bigoplus \qqq \bigotimes \qqq
\bigodot \qqq \biguplus \qqq \rightleftharpoons \\
& 5 \qqq \gets \qqq \to \qqq \longleftarrow \qqq \longrightarrow
\qqq \Leftarrow \qqq \Rightarrow \qqq \Longleftarrow \qqq
\Longrightarrow\\
& 6 \qqq \uparrow \qqq \downarrow \qqq \Uparrow \qqq \Downarrow \qqq
\leftrightarrow \qqq \Leftrightarrow \qqq \longleftrightarrow \qqq
\Longleftrightarrow\\
& 7 \qqq \updownarrow \qqq \Updownarrow \qqq \nearrow \qqq \searrow
\qqq \swarrow \qqq \nwarrow \qqq \leadsto \qqq \iff\\
& 8 \qqq \mapsto \qqq \longmapsto \qqq \hookleftarrow \qqq
\hookrightarrow \qqq \leftharpoonup \qqq \rightharpoonup \qqq
\leftharpoondown \qqq \rightharpoondown \\
\end{aligned}
\end{displaymath}

There's more, but I'm skiping the rest of symbols.

